Author

Resmawan

Subject

- Sains

Abstract

This study discusses a predator-prey model assuming poison is given to predators. The interaction between predators uses a type II Holling functional response. Growth of predator-prey using logistics function. The dynamics of the model around the equilibrium point is influenced by the stability of the equilibrium point. From the model acquired two equilibrium points of the model, namely the equilibrium points of the extinction of the predator and the equilibrium point of the interior. The extinction point in the predator is always unstable under any circumstances, while the equilibrium point of the interior can achieve a stable condition with some conditions. In the end, it was given a numerical simulation to demonstrate the effectiveness parameters of poison feeding on predators.

Publisher

Jurnal Riset dan Aplikasi Matematika (JRAM)

Contributor

Siti Hardiyanti Arsyad; Resmawan Resmawan; Novianita Achmad

Publish

2020

Material Type

ARTIKEL

Right

-